Author D. Benson concentrates on the cohomology of groups, always with representations in view. He also gives an overview of the algebraic topology and K-theory associated with the cohomology of groups and discusses algebraic and topological proofs of the finite generation of the cohomology ring of a finite group. Students and researchers will appreciate this exposition on the essential results of modern representation theory.
Author D. Benson concentrates on the cohomology of groups, always with representations in view. He also gives an overview of the algebraic topology and K-theory associated with the cohomology of groups and discusses algebraic and topological proofs of the finite generation of the cohomology ring of a finite group. Students and researchers will appreciate this exposition on the essential results of modern representation theory.
1. Background material from rings and modules 2. Homological algebra 3. Modules for group algebra 4. Methods from the representation of algebra 5. Representation rings and Burnside rings 6. Block theory.
1. Background material from rings and modules 2. Homological algebra 3. Modules for group algebra 4. Methods from the representation of algebra 5. Representation rings and Burnside rings 6. Block theory.
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